#GLF 1.0
#D MAX, the smallest known example of a "spacefiller"
#D
#D This is the fastest-growing known pattern in Conway's Game of Life
#D (possibly the fastest possible). It fills space to a density of 1/2,
#D conjectured to be the maximum density, and does it at a speed of c/2
#D in each of the 4 directions, which has been proven to be the maximum
#D possible speed.
#D
#D Population is:
#D .    [(t+19)^2+463]/4  for t divisible by 4;
#D .    [(t+19)^2+487]/4  for t even, not div. by 4;
#D .    [(t+18)^2+639]/4  for t odd.
#D
#D Original construction, top/bottom stretchers by Hartmut Holzwart;
#D Size optimization, left/right stretchers by David Bell;
#D Original idea, middle part, l/r stretcher connection by Al Hensel.
#D This spacefiller by David Bell, September 1993.
x = -14, y = -21, width = 29, height = 43
5bobo$4bobbo$3boo$bbo$b4o$o4bo$obbo$obbo$bo9b3o3b3o$bb4obobbobbo3bobbo
$3bo3bo5bo3bo$4bo8bo3bo$4bobo6bo3bo$$3b3o5b3o3b3o$3boo7bo5bo$3b3o6b7o$
11bo7bo$4bobo3b11o$3bobbobbo12boo$3bo5b12o3bo$3bo3bo13bo3bo$4bo3b12o5b
o$5boo12bobbobbo$8b11o3bobo$9bo7bo$10b7o6b3o$10bo5bo7boo$9b3o3b3o5b3o
$$11bo3bo6bobo$11bo3bo8bo$11bo3bo5bo3bo$8bobbo3bobbobbob4o$9b3o3b3o9bo
$25bobbo$25bobbo$23bo4bo$24b4o$26bo$24boo$21bobbo$21bobo!
